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Park Street sold prices

Park Street has only one postcode, BD23 1NS.
Price trends | Analysis of BD23 1

Last sold Price paid Floor area (m²) Floor area (sq ft) £ per m² £ per sq ft Type Sold sq ft £/m² £/sq ft
34, Park Street, Skipton, BD23 1NS - photos available 09 Sep 2022 £225,000 75 807 sqft £3,000 £278 Terrace (2 bed)
12, Park Street, Skipton, BD23 1NS 25 Nov 2020 £280,000 99 1065 sqft £2,828 £262 Terrace (3 bed)
14, Park Street, Skipton, BD23 1NS - photos available 24 Nov 2020 £255,000 122 1313 sqft £2,090 £194 Terrace (3 bed)
26, Park Street, Skipton, BD23 1NS 26 Apr 2019 £185,000 B 79 850 sqft £2,341 £217 Terrace (2 bed)
28, Park Street, Skipton, BD23 1NS - photos available 07 Nov 2012 £152,500 74 796 sqft £2,060 £191 Terrace (2 bed)
16, Park Street, Skipton, BD23 1NS - photos available 10 May 2012 £169,000 114 1227 sqft £1,482 £137 Terrace (2 bed)
18, Park Street, Skipton, BD23 1NS - photos available 18 Mar 2010 £170,000 93 1001 sqft £1,827 £169 Terrace (3 bed)
24, Park Street, Skipton, BD23 1NS - photos available 04 May 2007 £155,000 70 753 sqft £2,214 £205 Terrace (2 bed)
22, Park Street, Skipton, BD23 1NS - photos available 12 Oct 2006 £148,000 67 721 sqft £2,208 £205 Terrace (2 bed)
30, Park Street, Skipton, BD23 1NS - photos available 08 Sep 2000 £60,000 73 785 sqft £821 £76 Terrace (2 bed)
34, Park St - photos available £225,000
Sep-2022
75 807 3,000 278
12, Park St £280,000
Nov-2020
99 1065 2,828 262
14, Park St - photos available £255,000
Nov-2020
122 1313 2,090 194
26, Park St £185,000 B
Apr-2019
79 850 2,341 217
28, Park St - photos available £152,500
Nov-2012
74 796 2,060 191
16, Park St - photos available £169,000
May-2012
114 1227 1,482 137
18, Park St - photos available £170,000
Mar-2010
93 1001 1,827 169
24, Park St - photos available £155,000
May-2007
70 753 2,214 205
22, Park St - photos available £148,000
Oct-2006
67 721 2,208 205
30, Park St - photos available £60,000
Sep-2000
73 785 821 76

The data above for Park Street can be visualised as a scatter graph, this will show price trends over time.